Theory of minimal submanifolds and applications. Seminar Palaiseau, France, October 1983 – June 1984. (Théorie des variétés minimales et applications. Séminaire Palaiseau, France, octobre 1983-juin 1984.) (French) Zbl 0635.53001

Centre National de la Recherche Scientifique (France). Astérisque, 154-155. Paris: Société Mathématique de France. 253 p. FF 235; $ 39.00 (1988).

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The articles of this volume will be reviewed individually in this section under the abbreviation “Théorie des variétés minimales et applications, Sémin. Palaiseau/France 1983/1984, Astérisque 154–155”.
Indexed articles:
Margerin, Christophe, Définitions, généralités, surfaces minimales dans \({\mathbb{R}}^ n\) et \(S^ n\). (Definitions, generalities, minimal surfaces in \({\mathbb{R}}^ n\) and \(S^ n\)) [Zbl 0635.53032]
Tromba, Anthony J., A proof of Douglas’ theorem on the existence of disc like minimal surfaces spanning Jordan contours on \(R^ n\) [Zbl 0635.53033]
Lawson, H. Blaine; Bourguignon, Jean-Pierre, Formules de variations de l’aire et applications. (Variational formulas for the area and applications) [Zbl 0635.53034]
Allard, William K., Notes on the theory of varifolds [Zbl 0635.53035]
O’Shea, Donal B., The Bernstein-Osserman-Xavier theorems [Zbl 0635.53036]
Michelson, Marie-Louise, Surfaces minimales dans les sphères. (Minimal surfaces in spheres) [Zbl 0635.53037]
Lawson, H. Blaine, La classification des 2-sphères minimales dans l’espace projectif complexe. (The classification of minimal 2-spheres in the complex projective space) [Zbl 0635.53038]
Gauduchon, P., Les immersions super-minimales d’une surface compacte dans une variété Riemannienne orientée de dimension 4. (Superminimal immersions of a compact surface into an orientable Riemannian manifold of dimension 4) [Zbl 0635.53039]
Gauduchon, P., La correspondance de Bryant. (The Bryant correspondence) [Zbl 0635.53040]
Lawson, H. Blaine, Sous-variétés associatives et courbes holomorphes dans S 6. (Associative submanifolds and holomorphic curves in S 6) [Zbl 0635.53041]
Charlet, B., Le problème de Bernstein sphérique. (The spherical Bernstein problem) [Zbl 0635.53042]
Bourguignon, Jean-Pierre, Sphères minimales d’après J. Sacks et K. Uhlenbeck. (Minimal spheres according to J. Sacks and K. Uhlenbeck) [Zbl 0635.53043]
El Soufi, Ahmed, Immersions minimales sphériques: restrictions sur la courbure et la codimension. (Minimal spherical immersions: restrictions of the curvature and the codimension) [Zbl 0635.53044]
Almgren, F., Basic techniques of geometric theory [Zbl 0635.53045]
Taylor, J. E., Some crystalline variational techniques and results [Zbl 0635.53046]
Bryant, Robert L., Surfaces of mean curvature one in hyperbolic space [Zbl 0635.53047]

MSC:

53-06	Proceedings, conferences, collections, etc. pertaining to differential geometry
00B25	Proceedings of conferences of miscellaneous specific interest
53C42	Differential geometry of immersions (minimal, prescribed curvature, tight, etc.)
53A10	Minimal surfaces in differential geometry, surfaces with prescribed mean curvature
49Q05	Minimal surfaces and optimization